7. d.) The wage elasticity of labor supply is negative.
When a labor is at a stage where his curve is backward bending, then his wage elasticity is negative and an increase in wage rate leads to decrease in labor supply. The rest of the options does not follow. The income effect dominates substitution effect and leisure is a normal good and is not an inferior good that is why leisure demanded will go up.
8.) a.) Both I and II are true as because the wage change may either increase or decrease. AND direction of income effect depends on whether the good is normal or inferior good. For normal good income effect is positive and in inferior goods the income effect is negative.
9.) Old Age Security and Canada Pension Plan benefits may be the examples of demogrants as because demogrants involve grants or pension schemes based on age or sex.
7. Over the backward bending portion of the labour supply curve, a. The substitution effect of...
2) A decrease in the real wage A) unambiguously increases consumption and increases labour supply. B) increases consumption and has an ambiguous effect on labour supply. C) has an ambiguous effect on consumption and increases labour supply. D) has an ambiguous effect on both consumption and labour supply. E) decreases consumption and has an ambiguous effect on labour supply. 3) If labour supply curve is downward sloping, then A) There is no substitution effect B) Substitution effect is exactly equal...
Cuestion 2 Along a backward-bending labor supply curve, the: Not yef answered Select one: Points out of a 1.00 substitution effect is always equal to the income effect. Flag question substitutioneffect dominates the income effect low wage rates. income effect always dominates the substitution effect. stitution effect always dominates the income effect. O e substitution effect dominates the income effect at high wage rates.
If the wage elasticity of labor supply is negative, what can we say about the slope of the labor supply curve and the relative sizes of the income and substitution effects? Is leisure a normal or inferior good in this case? Will a fall in the tax rate on earnings increase or decrease tax revenues?
Exercise 4. Labor Supply with non-labor income (Cobb-Douglas) Each day you are endowed with 24 hours (T=24) that you can spend either in leisure (l) or working (L). For hour of labor you receive an hourly wage, w, but you also have non-labor income, m. Your consumption, c, is constrained by your labor and non-labor income: c= m +wL. You value consumption and leisure according to the following utility: u =cl2. a) What is your labor supply, as a function...
Consider an individual with $8000 of annual non-labour income. She has total available time of 65 hours per week, for 52 x 65 = 3380 hours per year. Her current wage rate is $13.00 per hour, and she currently chooses to work 1850 hours in a year. i) Draw a labour-leisure diagram, carefully illustrating her current labour supply decision. (4 points) ii) The wage rate decreases to $11.00 per hour, and she decides to work 1800 hours. At $11.00 per...
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7. The substitution and Income effects А. Аад Hubert Ilves in San Francisco, but his girlfriend, Stella, Ilves in Los Angeles. He normally flies down to see her twice a month, but if his income were higher, he would increase the number of flights he took to see her. Air travel is good for Hubert. Suppose Increased airport security measures raise the price of airline tickets while other prices in the economy remain constant. Because of the higher...
Question 1: Labour Supply (25 marks) Melissa is a working mother of two living in Brazil. She has preferences over labour and leisure described by the following utility function: U = (C – 100)2_2 Melissa can earn 2 Brazilian Reals an hour, and can spend a maximum of 100 hours per week working. Melissa's wage is quite low in purchasing power. For example, a can of coke costs around 3 Brazilian Reals. a) How much time does Melissa spend working...
Kirpa is trying to decide how many hours to work each week. Her utility is given by the following function: U(C,H) = C2 H3 , where C represents weekly consumption and H represents weekly leisure hours. Her marginal utility with respect to consumption is MUc = 2CH3 , and her marginal utility with respect to leisure is MUH = 3C2 H2 . A) Find Kirpa's optimal H, L and C when w=$7.50 and a = $185. B) Suppose w increases...
D X-EC2010-1 M. 1. An individual consumer with Cobb-Douglas preferences over two products, x and y, maximises utility, U(x,y) = x1910, subject to the constraint that all income, M, is spent on x and/or y. Products x and y are priced at px and Py, respectively. (a) Set up the appropriate lagrangian for this maximisation problem, find the appropriate first-order conditions for this lagrangian and solve for X and y in terms of Px. Py and M. (40 marks) (b)...
X-EC2010-1 1. An individual consumer with Cobb-Douglas preferences over two products, x and y, maximises utility, U(X.y) = x10y10, subject to the constraint that all income, M, is spent on x and/or y. Products x and y are priced at Px and Py, respectively. (a) Set up the appropriate lagrangian for this maximisation problem, find the appropriate first-order conditions for this lagrangian and solve for x and y in terms of px, Py and M. (40 marks) (6) For product...